Let z be a complex number having argument greater than 0 but less than 'pi/2' and satisfying eq...

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If z be a complex number having argument theta, 0,theta,π/2 and satisfying the equation If z be a complex number having argument theta, 0,theta,π/2 and satisfying the equation
a complex number z has argument theta and satisfying |z - 3i| =3 then prove that ( cot theta-6/z)=i a complex number z has argument theta and satisfying |z - 3i| =3 then prove that ( cot theta-6/z)=i
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Let \(z=a+i b, b \neq 0\) be complex numbers satisfying \(z^2=\bar{z} \cdot 2^{1-|z|}\). Then th.... Let \(z=a+i b, b \neq 0\) be complex numbers satisfying \(z^2=\bar{z} \cdot 2^{1-|z|}\). Then th....